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@@ -2603,9 +2603,8 @@ <h4>Archimedes and the Illusion of Limits</h4>
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<p><strong>Euclid gives exact angle bisection as a geometric construction, but he provides no computational framework for evaluating the sine of the bisected angles.</strong>
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<br><br>
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The angles 15°, 22.5°, 7.5°, and 3.75° can all be constructed with compass and straightedge, yet the numerical values of</p>
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The angles 22.5°, 7.5°, and 3.75° can all be constructed with compass and straightedge, yet the numerical values of</p>
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<ul style="margin:6px">
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<li>sin(15°)</li>
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<li>sin(22.5°)</li>
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<li>sin(7.5°)</li>
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<li>sin(3.75°)</li>
@@ -2675,7 +2674,6 @@ <h4>Archimedes and the Illusion of Limits</h4>
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<br>
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<p>Thus, when Archimedes computed</p>
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<ul style="margin:6px">
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<li>sin(15°)</li>
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<li>sin(7.5°)</li>
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<li>sin(3.75°)</li>
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</ul>

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